Question

What is the octal number 6247 converted to binary numbers?

Answer 1

To convert the octal number 6247 to binary, we need to convert each octal digit to its 3-bit binary equivalent. Here's the process:

Step 1: Convert each octal digit to binary.

1. 6 in octal is 110 in binary.
   

1. 2 in octal is 010 in binary.
   

1. 4 in octal is 100 in binary.
   

1. 7 in octal is 111 in binary.
   

Step 2: Combine the binary values.

Now, combine all the binary digits together:

1. 6 (octal) → 110 (binary)
   

1. 2 (octal) → 010 (binary)
   

1. 4 (octal) → 100 (binary)
   

1. 7 (octal) → 111 (binary)
   

So, 6247 in octal becomes 110 010 100 111 in binary.

Final Answer:

6247 (octal) = 110010100111 (binary).